Be a real number that satisfying: . Consider the sequence defined by: ; 1) Prove that
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As Then so If then as this implies what?
Originally Posted by pickslides As Then so If then as this implies what? Thank you. 2) Show that if , then It is? ?
This is aking for every value after that the sequence is increasing. Can you show that? You could also use mathematical induction.
Originally Posted by pickslides This is aking for every value after that the sequence is increasing. Can you show that? You could also use mathematical induction. Thanks 3) Prove that I can use my solution in problem 1 ? --> if then Correct ?
It is correct ?
Originally Posted by Apprentice123 Thanks 3) Prove that I can use my solution in problem 1 ? I don't think so. In question 1 and that was given so how can it now be less than 1?
Originally Posted by pickslides I don't think so. In question 1 and that was given so how can it now be less than 1? You're right. How could I prove ?
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